Use a 0.05 significance level to test the claim that IQ scores
of people with low...
Use a 0.05 significance level to test the claim that IQ scores
of people with low lead levels vary more than IQ scores of people
with high lead levels. Use the following statistics:
Low Lead Level: n=78, x=92.88462, s=15.34451
High Lead Level: n=21, x=86,90476, s=8.988352
a)Write down the claim
b) Write down the null hypothesis and the alternative
hypothesis. Indicate which one is the claim.
c) Draw the probability distribution curve. Write down the
testing statistic and the P-Value on...
Given Data:
(1)= low lead level (2)= medium lead level, (3)= high lead
level
IQ: 85...
Given Data:
(1)= low lead level (2)= medium lead level, (3)= high lead
level
IQ: 85 (1), 94 (1), 97 (1), 86 (1), 86 (1), 107 (1), 91 (1), 99
(1), 115 (1), 50 (1), 93 (1), 98 (1), 100 (1), 94 (1), 73 (1), 76
(1), 72 (1), 76 (1), 95 (1), 89 (1), 96 (1), 108 (1), 74 (1), 72
(2), 90 (2), 100 (2), 91 (2), 98 (2), 91 (2), 85 (2), 97 (2), 91
(2), 78...
Given Data: (1)= low lead level (2)= medium lead level, (3)=
high lead level
IQ: 85...
Given Data: (1)= low lead level (2)= medium lead level, (3)=
high lead level
IQ: 85 (1), 94 (1), 97 (1), 86 (1), 86 (1), 107 (1), 91 (1), 99
(1), 115 (1), 50 (1), 93 (1), 98 (1), 100 (1), 94 (1), 73 (1), 76
(1), 72 (1), 76 (1), 95 (1), 89 (1), 96 (1), 108 (1), 74 (1), 72
(2), 90 (2), 100 (2), 91 (2), 98 (2), 91 (2), 85 (2), 97 (2), 91
(2), 78...
Given Data:
(1)= low lead level (2)= medium lead level, (3)= high lead
level
IQ: 85...
Given Data:
(1)= low lead level (2)= medium lead level, (3)= high lead
level
IQ: 85 (1), 94 (1), 97 (1), 86 (1), 86 (1), 107 (1), 91 (1), 99
(1), 115 (1), 50 (1), 93 (1), 98 (1), 100 (1), 94 (1), 73 (1), 76
(1), 72 (1), 76 (1), 95 (1), 89 (1), 96 (1), 108 (1), 74 (1), 72
(2), 90 (2), 100 (2), 91 (2), 98 (2), 91 (2), 85 (2), 97 (2), 91
(2), 78...
Two samples are taken with the following sample means, sizes,
and standard deviations ¯ x 1...
Two samples are taken with the following sample means, sizes,
and standard deviations ¯ x 1 = 36 ¯ x 2 = 24 n 1 = 46 n 2 = 74 s 1
= 4 s 2 = 2 Estimate the difference in population means using a 89%
confidence level. Use a calculator, and do NOT pool the sample
variances. Round answers to the nearest hundredth.
Two samples are taken with the following sample means, sizes,
and standard deviations
x 1 =...
Two samples are taken with the following sample means, sizes,
and standard deviations
x 1 = 36 x 2 = 23
n 1 = 61 n 2 = 68
s 1 = 2 s 2 = 5
Estimate the difference in population means using a 91%
confidence level. Use a calculator, and do NOT pool the sample
variances. Round answers to the nearest hundredth.
_______< μ1-μ2 <________